Reference no: EM131097546
Question:
This assignment has 2 individual portions. The first portion of this assignment is to revise your Phase 4 Individual Project.
You must utilize your instructor feedback and any additional information that you have discovered since you first submitted the assignment for grading.
The second portion is to address the following:
Dr. Raphael Sagarin, a marine biologist, writes about natural security systems and considers how they can be applied to analysis and practice in human society. Your assignment this week is to write a strategy memo applying two of the concepts that he identifies as occurring in the natural world and describe how you would use these concepts to improve an element of Homeland Security.
Your analysis should include reference to Dr. Sagarin's paper as well as any additional research you need to conduct to support your claims. It should be 800-1,250 words in length.
Dr. Sagarin''s Paper
Reference
Sagarin, R. (2010). Natural security for a variable and risk-filled world. Homeland Security Affairs, 6(3).
Retrieved from https://www.hsaj.org/?article=6.3.4
Assignment Guidelines
Read through Dr. Sagarin''s article titled Natural Security for a Variable and Risk-Filled World.
It can be accessed through the link contained within the reference above or by using a search engine and a search query of the full article title.
Address the following in a strategy memo of 800-1,250 words:
Select 2 concepts examined by Dr. Sagarin, and summarize them in your own words.
Be sure to use in-text APA citations whenever necessary.
How could the U.S. apply the selected concepts to improve their own homeland security systems? Explain and be specific.
How could these concepts have been applied to recent terrorist attacks or natural disasters? Explain.
What has been learned from recent responses to homeland security threats? Explain.
How have those lessons been implemented, if at all? Explain.
Attachment:- 1.rar
Is a bivariate model adequate to explain vehicle prices
: Interpret the slopes. Are the intercepts meaningful? Explain. Assess the fit of each model. Is a bivariate model adequate to explain vehicle prices?
|
An interesting-organized-reflective perspective
: Nick Carraway comes into contact with a culture he has little experience with. Describe a time you were in a culture different from your own. You might have been in another country, or you might have been in a different region of this country, o..
|
Create a testbench to test the description
: Create a testbench to test the description, testing load, clear, simultaneous load/clear, and holding the register value.
|
Highest normal form that this relation is in
: Consider the relation below, ONLEAVE, which lists the faculty members who are on leave (Faculty_Name). Each Faculty Member's name is UNIQUE. Each Faculty Member belongs to only one DEPARTMENT. Each DEPARTMENT, has one CHAIR. The Primary Key of thi..
|
How could the u.s. apply the selected concepts
: How could the U.S. apply the selected concepts to improve their own homeland security systems? Explain and be specific - How could these concepts have been applied to recent terrorist attacks or natural disasters?
|
Alphabetical order of firstname
: You are creating a list of Customers (from the Customer table in Workshop 02) and you wish for that list to be in reverse alphabetical order of LastName, and alphabetical order of FirstName such at Jones, Ben will appear in the list before Jones, ..
|
Data recording murdoch students
: A relation that contains data recording Murdoch students' performance in units, has the following attributes: (StudentNumber, StudentName, UnitCode, Year, Semester, Grade, Mark).
|
Evaluation of smucker business
: What is your evaluation of Smucker's business lineup and its acquisitions since 2002? How attractive is the processed foods industry? How strongly positioned are the company's brands in each segment of the industry?
|
Compute a sequence of approximations of e
: E19: Numerical Methods for Engineering Applications Spring 2016 - HOMEWORK 1. Compute a sequence of approximations of e (using x = 1) until the approximate relative error εa is small enough to guarantee at least four significant digits of precision
|